{
 "cells": [
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:47:24.602344Z",
     "start_time": "2025-01-04T07:47:24.595127Z"
    }
   },
   "cell_type": "code",
   "source": "import matplotlib.pyplot as plt",
   "id": "1290545e4b6b6e0f",
   "outputs": [],
   "execution_count": 4
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:47:24.803263Z",
     "start_time": "2025-01-04T07:47:24.648380Z"
    }
   },
   "cell_type": "code",
   "source": [
    "plt.plot([1,0,9],[4,5,6])#画出x轴为[1,0,9]，y轴为[4,5,6]的折线图\n",
    "plt.show()#图象是一个点一个点对应的，竖着看"
   ],
   "id": "2d7737adced60fee",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 5
  },
  {
   "metadata": {},
   "cell_type": "markdown",
   "source": "以上是第一个折线图",
   "id": "beef340a05f811c8"
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:47:25.016659Z",
     "start_time": "2025-01-04T07:47:24.806260Z"
    }
   },
   "cell_type": "code",
   "source": [
    "x=range(1,8)\n",
    "y=[17,17,18,15,11,11,13]\n",
    "plt.plot(x,y)\n",
    "plt.show()"
   ],
   "id": "4008ffd2923fc53e",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 6
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:49:08.887249Z",
     "start_time": "2025-01-04T07:49:08.728725Z"
    }
   },
   "cell_type": "code",
   "source": [
    "x=range(1,8)\n",
    "y=[17,17,18,15,11,11,13]\n",
    "plt.plot(x,y,color='blue',alpha=0.6,linestyle='-.',linewidth=3)\n",
    "plt.show()"
   ],
   "id": "3f3716f243781d66",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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AvzDzAcSBV18tCh7GO+9IeXk2KwIQzwgfQBwYMcJ7f/iwtGSJrWoAxDvCBxAH2raVOnZ0f3/OOdINN0j9+tmuCkC8Ys0HECeuu85d6zFwoFSzpu1qAMQzwgcQJ1q0cC8AsI3HLgAAwFeEDwAA4CvCBwDl5tquAEA8IXwAcezQIemVV6QJE6T9+21XAyBesOAUiFNvvSXNny8dP+7ez5kj3Xmn7aoAxANmPoA4Zc53KQwexscfS7t326wIQLyocPhIS0tTamqqmjVrpoSEBM2aNavE92zYsEEjRoxQcnKyatWqpe7du2vXrl3hqhlAGAwaJNWo4R0z578AQODCR25urlJSUjRlypRSv75t2zZdffXV6tChgxYvXqx169bpN7/5jWoU/ykHwKpataTBg71j69ZJ27fbqghAvEgoKCgoqPQ/nJCgmTNnauTIkafGbrrpJlWrVk0vvfRSpf6d2dnZzoxJVlaW6tatW9nSAJTD0aPS//t/7lkvhTp0kB580GZVAKJRRd6/w7rmIz8/X3PnzlW7du00ePBgNWrUSD169Cj10UyhvLw8p+DQC4A/zITkkCHesY0b3QsAIiWs4WP//v3KycnRE088oSFDhmjBggW6/vrrdcMNN2hJGUdoTpo0yUlKhVcL+j8DvurbV6pXzztmPi9Ufk4UAOTvzIdx3XXX6cEHH9Tll1+uX/3qVxo+fLimTp1a6j8zceJEZ4qm8MrMzAxnSQDOoFo1adgw71hGhrv+AwACHz7OO+88JSYm6pJLLvGMX3zxxWXudklKSnKeDYVeAPzVs6fUsGHJnS/MfgAIfPioXr26s61206ZNnvHNmzerlTnLG0AgVa0qpaZ6x/bskVavtlURgFhW4Q6nZk3H1q1bT91nZGQoPT1d9evXV8uWLTV+/HiNHj1affr0Uf/+/fXuu+/qrbfecrbdAgiu7t2ld9+V9u4tGjNdT7t0ccMJAFjbamtChAkVxY0dO1YzZsxwfv/3v//dWUi6e/dutW/fXo8++qizDqQ82GoL2PPpp9Jf/+odGzNGuvpqWxUBiBYVef8+qz4fkUD4AOwxPw2eeELasaNozOyE+f3v3YWpABC4Ph8AoltCghTSM9Bx8KA5VsFWRQBiEeEDgIfpcNqunXds3jzTENBWRQBiDeEDwBlnP0z79ffft1URgFhD+ABQQtu2UqdO3rEFC6QjR2xVBCCWED4AlGrECO/9d9+5AQQAzhbhA0CpzDFL3bp5x8yjF85+BHC2CB8ATjv7YdaAFDp2zF18CgBng/ABoEyNG7vnvoQy226/+cZWRQBiAeEDwGmZE29D26ufOCHNnWuzIgDRjvAB4LQaNJD69Cm59TY/31ZFAOLuYDkA8efaa6XlyyVzOLXpAXLhhbYrAhDNCB8Azsgc0/Dww9J553kXoAJAZRA+AJRLw4a2KwAQK1jzAQAAfEX4AAAAviJ8AKi0ggJp9Wpp2zbblQCIJqz5AFCp0PHZZ9KsWdLu3VLr1tKvfsViVADlw8wHgApLT5eeftoNHsaOHdK6dbarAhAtCB8AKqxTJ6lRI++YmQUxMyIAcCaEDwAVZtqtp6YW3Tdt6r0HgNNhzQeASune3V1s2qWLdMUVUhU+ygAoJ8IHgEoxi0v/4z9sVwEgGvFZBQAA+IrwAQAAfEX4ABAR7HwBUBbCB4CwMj0//vIXad4825UACCoWnAIIi/37pTfecBuQGRkZUt++Uq1atisDEDTMfAAIi2PHioKHcfSotGCBzYoABBXhA0BYNG/u9v4I9f77Una2rYoABBXhA0DYmC6noc3Gjh+X3nnHZkUAgojwASBsGjeWrrrKO5aWJn3zja2KAAQR4QNAWA0fLiWGLGU/eVKaO9dmRQCChvABIKzq15f69PGOrVghffWVrYoABA3hA0DYDR0qVa/ubTg2Z47NigAECeEDQNjVrSsNGOAdMyfgZmbaqghAkBA+AETEoEFSzZresdmzbVUDIEgIHwAi4pxzpMGDvWPr10vbttmqCEDUho+0tDSlpqaqWbNmSkhI0KxZszxfv+2225zx0GvIkCHhrBlAlLjmGqlOHe+Y+ZHBoXNAfKtw+MjNzVVKSoqmTJlS5veYsLFv375T1z//+c+zrRNAFEpKchefhtq8Wdq40VZFAKLyYLmhQ4c61+kkJSWpSZMmZ1MXgBhhtt2+95508KB39qNDBykhwWZlAGJqzcfixYvVqFEjtW/fXj/96U/1zWnaG+bl5Sk7O9tzAYgd1aq5jcdC7dghrVtnqyIAMRc+zCOXF198Ue+//74mT56sJUuWODMlJ02bw1JMmjRJycnJp64WLVqEuyQAlpmW640aeceWLLFVDQDbEgoKKr/0yywmnTlzpkaOHFnm92zfvl1t27bVwoULNaD4xv9/z3yYq5CZ+TABJCsrS3VNswAAMcF0OX3hhaJ788jlscekBg1sVgUgXMz7t5lEKM/7d8S32rZp00bnnXeetm7dWub6EFNk6AUg9nTrJtWoUXRvPvaYQAIg/kQ8fOzevdtZ89G0adNI/1EAAsy0W+/Rwzu2fLmUn2+rIgBREz5ycnKUnp7uXEZGRobz+127djlfGz9+vFauXKkdO3Y46z6uu+46XXjhhRpcvNsQgLjTu7f33uyA+eILW9UAiJrwsXr1anXu3Nm5jHHjxjm/f/jhh1W1alWtW7dOI0aMULt27XTHHXeoa9euWrp0qfN4BUB8M+vJW7b0ji1bZqsaAFHT56Nfv3463RrV+fPnn21NAGLY1VdLr7xSdP/pp2ahmnsYHYD4wNkuAHzVvbvb+6OQWfOxcqXNigD4jfABwPcD57p2dX+fmOiGkQsvtF0VgEA/dgGAcBw416qVu/ulVi3b1QDwG+EDgO9M8DAXgPjEYxcAAOArwgcAAPAV4QMAAPiK8AEgEI4dc7fc7t1ruxIAkcaCUwBW7d4tpaVJH30kHT0q9ekj3XKL7aoARBIzHwCsMsdELVniBg9j1Sp3FgRA7CJ8ALCqZ08pIaHo3oSQtWttVgQg0ggfAKyqX1+65BL39yaEXHqpOwYgdrHmA4B1AwdKbdq4syAEDyD2ET4AWGdmPgpnPwDEPh67AAAAXxE+AACArwgfAADAV4QPAIGUny+tWycdPGi7EgDhxoJTAIFy4IC0fLm0YoV06JA0fLiUmmq7KgDhxMwHgEB57z3pnXfc4GGYIGJmQQDEDsIHgEC5+mrvvXns8sUXtqoBEAmEDwCB0qKF1LKld2zZMlvVAIgEwgeAwM9+fPqplJ1tqxoA4Ub4ABA4V1whVatWdG/WfHz4oc2KAIQT4QNA4NSsKXXrVvLRS0GBrYoAhBPhA0BUPHrZv1/autVWNQDCifABIJDatpUaN/aOsfAUiA2EDwCBlJBQcvZjzRrpyBFbFQEIF8IHgMC66iqpatWi++PHpVWrbFYEIBwIHwACq04dKSXFO7Z0KQtPgWhH+AAQaMUfvezeLe3aZasaAOFA+AAQaBdfLNWv7x1j4SkQ3QgfAAKtShWpVy/vmFn3kZdnqyIAZ4vwASDwevZ0d78UOnrU3fkCIDoRPgAEnnnscuml3jEevQDRi/ABICoXnm7bJu3bZ6saAGeD8AEgKnTs6G69DbV8ua1qAPgaPtLS0pSamqpmzZopISFBs2bNKvN777nnHud7/vKXv5xVkQCQmOg2HQtlTro9ccJWRQB8Cx+5ublKSUnRlClTTvt9M2fO1MqVK52QAgCRePSSkyN9+qmtagBUVmJF/4GhQ4c61+ns2bNHP//5zzV//nwNGzas0sUBQChz0NxFF0lbtngXnnbtarMqANbXfOTn52vMmDEaP368Li2+PL0UeXl5ys7O9lwAUN7Zjw0bpG++sVUNgECEj8mTJysxMVH33Xdfub5/0qRJSk5OPnW1aNEi3CUBiCFdukg1axbdm3NeVqywWREAq+FjzZo1euqppzRjxgxnoWl5TJw4UVlZWaeuzMzMcJYEIMZUry716FF0f/75UsOGNisCEPE1H6ezdOlS7d+/Xy1btjw1dvLkSf3iF79wdrzs2LGjxD+TlJTkXABQXr17m58t7iOYVq283U8BxFn4MGs9Bg4c6BkbPHiwM/7jH/84nH8UgDjWvLl06622qwDgW/jIycnR1q1bT91nZGQoPT1d9evXd2Y8GjRo4Pn+atWqqUmTJmrfvn2liwQAAHEcPlavXq3+/fufuh83bpzz69ixY521HgAAAGENH/369VOBWV5eTqWt8wAAAPGLs10AxATzmWjnTg6bA+JuwSkA+O3IEWnVKrfTqdmpb7bh3n677aoAnA4zHwCimmkw9s9/usHDWLvWDSQAgovwASCqmZmOqlWL7o8fd2dCAAQX4QNAVKtTR7r88qL7+vXNFn+bFQE4E9Z8AIh6ffq4v5qOpx06SFX4WAUEGuEDQNQzgcNcAKIDnw8AAICvCB8AAMBXhA8AAOArwgeAmPX119KhQ7arAFAcC04BxBTT5yM9XVq6VNq0SRo4ULrxRttVAQjFzAeAmPLOO9Jzz7nBw1i5UjpxwnZVAEIRPgDElCuv9N7n5EiffmqrGgClIXwAiCmNG0sXXeQdM49gAAQH4QNAzDGdTkNt2CAdOGCrGgDFET4AxJyuXaWaNUuefgsgGAgfAGKOOVjOnHYbavlyKT/fVkUAQhE+AMTFoxfT7+OLL2xVAyAU4QNATGrRQmrVyjvGwlMgGAgfAOJm9mPdOik721Y1AAoRPgDErCuukKpXL7o3az4+/NBmRQAMwgeAmFWjhtStm3ds2TKpoMBWRQAMwgeAuHr0sn+/tGWLrWoAGIQPADGtTRupadOSsx8A7CF8AIhpCQklZz/WrJGOHLFVEQDCB4CYZxqOVa1adG9Ouf3oI5sVAfGN8AEg5tWpI11+uXeMhaeAPYQPAHGh+KOX3bulXbtsVQPEN8IHgLhw8cVSgwbeMRaeAnYQPgDEzcLTXr28Y6tWSXl5tioC4hfhA0Dc6NnTDSGFjh51d74A8BfhA0DcqFdPuvRS7xiPXgD/ET4AxJXevb3327ZJ+/bZqgaIT4QPAHGlY0epbl3vGLMfgL8IHwDiimk2dtVV3sPnqlWzWREQfxJtFwAANnp+bN3q/tq1q5SUZLsiIL5UeOYjLS1NqampatasmRISEjRr1izP1x955BF16NBBtWrVUr169TRw4EB9RB9jAAHSqJH0y1+6u18IHkAUhI/c3FylpKRoypQppX69Xbt2evrpp7V+/XotW7ZMrVu31qBBg/T111+Ho14AABDlEgoKKn+6gZn5mDlzpkaOHFnm92RnZys5OVkLFy7UgAEDzvjvLPz+rKws1S2+KgwAAARSRd6/I7rg9NixY5o2bZpTjJktKU1eXp5TcOgFAADCKydHeu01894s6yISPt5++23Vrl1bNWrU0J///Ge99957Ou+880r93kmTJjnhpPBq0aJFJEoCgDPKzZUOHLBdBRB++fnSc89JCxdKkydL+/cr9sJH//79lZ6erhUrVmjIkCEaNWqU9pfxv3TixInOFE3hlZmZGYmSAKBU5sHz5s3S88+7i1DNJ0Mg1syZI23YUHSi8+OPS1u2xFj4MDtdLrzwQl155ZV6/vnnlZiY6PxamqSkJOfZUOgFAH4xm/GefNI9ZO7ECWndOikry3ZVQPikp0vz5nnHzC6vxo0V203G8vPznbUdABA0l18uVa/unZ7+8EObFQHh89VX0vTp3rEqVaS77y7Z6TfQTcZycnK01XTn+beMjAznEUv9+vXVoEEDPfbYYxoxYoSaNm2qAwcOOFty9+zZoxtvvDHctQPAWTMdTrt1k1ascO8TE921H0C0y8uTpk51T28ONWqU1LatrKpw+Fi9erWzpqPQuHHjnF/Hjh2rqVOnauPGjXrhhRec4GHCSPfu3bV06VJdWvwoSQAICNPpNCPDPXSuRw+pdm3bFQFnv5bpxRelvXu94+bvd79+iu4+H5FAnw8Afiv8KZiQYLsSIDzef1/617+8Y82bSxMmeB8z2nr/5mwXAHGP0IFYsmWL9Prr3rGaNaWf/CRywaOiONUWAIAYkZUlTZvmLpwOdfvt7plGQUH4AAAgBpw4IT37rHn84R0fNkzq1EmBQvgAgDIcPy4dPmy7CqB83nhD2rbNO2b2egwfrsBhzQcAFGM6QC5b5jYg69pVuvVW2xUBp2ea5H3wgXesQQPpjjvcvh5BQ/gAgBBLl0ovv+z9oW7aFJmOkEAQ7dkjvfSSd6xaNemee0zHcQVSAPMQANhz2WXe3S+mUdOaNTYrAsp25IjbSKz4SbU//KHUsqUCi/ABACHq1ZM6diw5GwIEsT/N9OklT6jt00fq2VOBRvgAgFI6nobavr1kp0jAtnnz3IMQQ7VuLY0ercAjfABAKY9eijdoXL7cVjVASV98Ic2Z4x0zxwKYdR7mfKKgI3wAQDFVq5actjYn3Zo+CoBt+fnSq68WHQtgmHVKd93lPjaMBoQPAChFr17ee3PSbXq6rWqAImbr7P33S61aFY1df73UoYOiBuEDAEphWlG3b+8dM70/gCBo0EAaP94NyZ07S4MGKapEwZMhALC38HTTpqL7DRukAwek886zWRVQ1MvjRz9yHwdG2+GIzHwAQBnMJ8pzzvGOsfAUQZMYhdMIhA8AOM0nyx49vGMrVpQ8MRSI9BlDBSGLS2MB4QMAKtDz49Ah6fPPbVWDeJOfLz39tPTCC24IiRWEDwA4jebN3cZNoeh4Cr/Mni1t3Ohu9Z482V1zFAsIHwBQwdmP9eulrCxb1SBefPKJ9O67RfeZmdKUKbHxCIbwAQBn0L2791RbMxVuPokCkZSQ4P17Z5rfjRkTfTtbSkP4AIAzqFFD6tatZM+PWPgEiuC6/HLpoYekJk3c+1GjpDZtFBMIHwBQiUcvX38tbdliqxrEiyZNpIkTpZtvlvr2VcwgfABAOVxwgdSsmXeMhafwa+atX7/YeNxSiPABAOVgfvAXn/1Yu9Y98wVAxRA+AKCcTMOx0G6Spq31qlU2K0KsOHRIWr1acYPwAQDlVLu2uwiw+KMXFp7ibJw4IU2bJv3tb9K//iWdPKmYR/gAgAoo/uhlzx5p505b1SAWvP66tG2b+/v335f+9CcpO1sxjfABABXQoUPJU23NtlugMj76SFq0qOQjGNPTI5YRPgCgggtPe/Xyjh08yKMXVNzu3dJLL5U8zPCee6RatRTTovAgXgCwq2dPafFidwGqeQzTuLHtihBtjhyRpk4teVjcLbdILVoo5hE+AKCCzj1XeuIJqQpzx6iEggJp+nS3UV2oPn2kq65SXOA/HQCoBIIHKmvePGndupJN7EaPVtzgPx8AAHzy+efSnDnesTp1pJ/8xNtDJtYRPgAA8ME330jPP+9dnGwWMN91l1SvnuIK4QMAwsS8qeTk2K4CQWQWlpoFpsXb8d9wg9S+veJOHE3yAEBkmL4MH37o9vto2FB64AHbFSFoofSVV6Rdu7zjXbpI3/ue4hLhAwDOwubN0p//LOXnu/cHDrhX8UZkiF8mlK5Y4R1r0kQaOza2TqqN6GOXtLQ0paamqlmzZkpISNCsWbNOfe348eOaMGGCOnbsqFq1ajnf86Mf/Uh79+4Nd90AEAhml4I58jzU8uW2qkHQ7NghvfqqdywpyW0kVvzvTTypcPjIzc1VSkqKpkyZUuJrR44c0dq1a/Wb3/zG+fXNN9/Upk2bNGLEiHDVCwCBYjpSmmZjxd9wgMOH3XUe5uC4ULfdJjVtqrhW4ccuQ4cOda7SJCcn67333vOMPf3007riiiu0a9cutWzZsvKVAkBAmS6nZlq9Wzepd2+pdWvbFcE28xjuuefc1vuhBg1y13rEu4iv+cjKynIez5xrWgKWIi8vz7kKZcf6UX4AYk7z5tIf/+hOpwOGWZGwcaN3rF076frrbVUUR1ttjx496qwBufnmm1W3bt1Sv2fSpEnOjEnh1SIemtoDiDkEDxT65BNp/nzvmPn8bfp50BnXFbGXwSw+HTVqlAoKCvTMM8+U+X0TJ050ZkcKr8zMzEiVBABARH31lTRjhnesalW3g2kZn8HjUmIkg8fOnTv1wQcflDnrYSQlJTkXAADRzKwgMJ+1jx71jpszW9q0sVVVnMx8FAaPLVu2aOHChWrQoEG4/wgAiBrFj0xH7DYSe/FFad8+7/iVV7qn1eIsZz5ycnK0devWU/cZGRlKT09X/fr11bRpU/3gBz9wttm+/fbbOnnypL788kvn+8zXq1evXtE/DgCiznffSR9/7DaXatxYuuMO2xXBjy63puFcKLOE8dZb47eR2OkkFJhFGRWwePFi9e/fv8T42LFj9cgjj+gC03GnFIsWLVK/fv3O+O83u13MwlOz/uN0j2sAIKinlpqp98IZD3NS6R/+INWqZbsyRFpWlvTss9K2bdI550i//nV8dbrNrsD7d4VnPkyAOF1eqWCWAYCYYnp8hP4YNA2mPvpIuuYam1XBD8nJ0i9+Ib3xhnTJJfEVPCqKTT8AEEZmhqNzZ+/Y0qXeQILYZXa2jBolXXaZ7UqCjfABABHoeBrKHG+1c6etaoDgIXwAQJi1b19yyt0sPkXsMIGS2azKI3wAQJiZ3Q29ennHVq1y+0Ag+plemI8/Lk2bVrKnB8qH8AEAEdCzp3eLpQkeq1fbrAjhcOSIe1Kt2c20dq05IkT6d0cJVADhAwAiwJzl0bGjd4xHL9HNPGaZPl06cKBozAQPs6AYFUP4AACfFp5u3+6uFUB0MjNZffu6PTwKmbbpnFRbcYQPAIgQM/Nhej+EYvYjupkttKZ5mOleWqeOdPfdbiM5VAzhAwAixByfbtZ+hFq50m08huhldjJNmCA9+KBUr57taqIT4QMAIqj4rpfcXCk93VY1CJdq1aTzz7ddRfQifABABDVsKHXo4B1jgSLiHeEDAHxeeLpxo3fHBILJhESCYmQQPgAgwi6/3LtDwli+3FY1KI+MDOmf/5Refll68cWiU4oRHoQPAPBhfcCVV3rHVqyQ8vNtVYTTOXzYbSR28mRRUPzjHwkg4UT4AAALj14OHZI++8xWNSiLCYR/+5v7/5/i5/WYEInwIHwAgA/MzogLLvCO0fMjeGbOlDZtKhk8aCQWXoQPALA0+7F+fclP2LDHnNWyYEHJNvl33eX2bEH48HICgE+6dZOSkrxT/B9+aLMihJ7RMmOGd6xqVeknP3E7mSK8CB8A4JMaNdwAEsosZjQHlsGeo0elZ55xTx4ONXq0e3YLwo/wAQAWH718/bW0ebOtamCC3wsvuDMfoa66SurTx1ZVsY/wAQA+MotOmzXzjtHIyp6FC921HqHMoXG33OKeYovIIHwAgI/MG1rx2Y9t24p6SsA/ZsbpzTe9Y6YZ3D33sK020jgIGAB8ZhqOmS2dZgunCSKdOrmLG+GfgweladO8jd5MMLzjDvfUWkQW4QMAfFarlvSHP5RsuQ5/nDjhBg/TyTTU8OHSZZfZqiq+8NgFACwgeNjz2mvS9u3eMRM6hg2zVVH8IXwAAOLGypXS4sXeMfOYxTxuYYGpfwgfAIC4kJnpnlIbyiws/elPmYnyG+EDAAKEXS+RceSIe1Jt8ZNpb71Vat7cVlXxiwWnABCAwGFOuDUHzeXmSr/8pe2KYq+R2PPPSwcOeMf79XN3HsF/hA8AsMh01nzySSk7u2hs796SjchQeXPnuuEulGmbfuONtioCj10AwKJGjUoudDQzIAgPEzrefts7Zg6KMwfGJfLx2xrCBwBYZI5q79nTO5aezmFz4WAes5jHLaGvpXm9775bOvdcm5WB3AcAlvXqJc2b5z4KMB1Pzcm3bPsMz2m15iRhs9i00A03SO3a2awKRkJBQbDydXZ2tpKTk5WVlaW6devaLgcAfPuUTlvv8MvJkZ57TtqwQeraVbrrLoJdEN6/mfkAgAAgeERG7drSffdJH3zgzioRPIKB8AEAiGlmncfAgbarQCgWnAIAgGCHj7S0NKWmpqpZs2ZKSEjQrFmzPF9/8803NWjQIDVo0MD5erpZtg0AqJRgrcoLrvx8acUKXq+YDR+5ublKSUnRlClTyvz61VdfrcmTJ4ejPgCIO+YNdMsWafp0d7EkzmzmTOmFF6Snn3a7xCLG1nwMHTrUucoyZswY59cdO3acXWUAEIf27JGefVb66iv33iyQTEqKzEJJswDzggtK/9o//uHOJhQaPlyqV6/k95nOrLNnyxfm2PvOnUuOf/GFtGBBUVOxxx+X7rlHatHCn7oQhQtO8/LynCt0qw4AxPOul0OHvLMgy5dH5s9q377s8GG6rIaGj/79Sw8f333nX0dW05m0tPBh+naYw+F273bvzet34oQ/NSFKF5xOmjTJ2RdceLUgqgKIY2aWo3t321VEl+Jt0kePLjtUIRish4+JEyc6DUkKr8zMTNslAYBVgwa5IQSVe5TUu7ftKhD4xy5JSUnOBQBwNW4sTZggrV3rPtaI5J9Tlmuu8e4cMc26SnPOOdKAAfJF27Zlf61HD+l733N/pZFY8FkPHwCAks4/371sKe9x82YdxqhRCsRsEWI4fOTk5Gjr1q2n7jMyMpxeHvXr11fLli317bffateuXdq7d6/z9U2bNjm/NmnSxLkAAEB8q/Caj9WrV6tz587OZYwbN875/cMPP+zcz5kzx7kfNmyYc3/TTTc591OnTg137QAAIApxqi0AAPD1/dv6bhcAABBfCB8AAMBXhA8AAOArwgcAAPAV4QMAAPiK8AEAAHxF+AAAAL4ifAAAAF8RPgAAQHwfLFfYcNV0SgMAANGh8H27PI3TAxc+Dh8+7PzaokUL26UAAIBKvI+bNutRdbZLfn6+cyJunTp1lJCQEPZUZkJNZmYm58acAa9V+fFalR+vVcXwepUfr5X918rECRM8mjVrpipVqkTXzIcpuHnz5hH9M8yLzV/O8uG1Kj9eq/LjtaoYXq/y47Wy+1qdacajEAtOAQCArwgfAADAV3EVPpKSkvTb3/7W+RWnx2tVfrxW5cdrVTG8XuXHaxVdr1XgFpwCAIDYFlczHwAAwD7CBwAA8BXhAwAA+IrwAQAAfBUX4SMtLU2pqalO1zXTNXXWrFm2SwqsSZMmqXv37k6H2UaNGmnkyJHatGmT7bIC6ZlnnlGnTp1ONeq56qqrNG/ePNtlRYUnnnjC+W/xgQcesF1K4DzyyCPOaxN6dejQwXZZgbVnzx7deuutatCggWrWrKmOHTtq9erVtssKpNatW5f4u2Wue++91/da4iJ85ObmKiUlRVOmTLFdSuAtWbLE+Yu4cuVKvffeezp+/LgGDRrkvIbwMp14zZvomjVrnB9211xzja677jp9/vnntksLtI8//ljPPvusE9xQuksvvVT79u07dS1btsx2SYF08OBB9erVS9WqVXOC/xdffKEnn3xS9erVs11aYP/b2xfy98r8jDduvPFG32sJXHv1SBg6dKhz4czeffddz/2MGTOcGRDzBtunTx9rdQWRmU0L9dhjjzmzISa4mTcPlJSTk6NbbrlFf/vb3/Rf//VftssJrMTERDVp0sR2GYE3efJk54yS6dOnnxq74IILrNYUZA0bNvTcmw9Pbdu2Vd++fX2vJS5mPlB5WVlZzq/169e3XUqgnTx5Uq+++qozQ2Qev6B0ZlZt2LBhGjhwoO1SAm3Lli3OY+I2bdo4YW3Xrl22SwqkOXPmqFu3bs4nd/MhqXPnzk6wxZkdO3ZML7/8sm6//fawH+JaHnEx84HKnzBsnsmbac3LLrvMdjmBtH79eidsHD16VLVr19bMmTN1ySWX2C4rkEw4W7t2rTP1i7L16NHDmXFs3769MzX+6KOPqnfv3vrss8+ctVgosn37dme2cdy4cXrooYecv1v33XefqlevrrFjx9ouL9BmzZqlQ4cO6bbbbrPy5xM+cNpPqeYHHs+by2beINLT050Zotdff935gWfWzRBAvMzR3ffff7/zjLlGjRq2ywm00EfEZl2MCSOtWrXSv/71L91xxx1WawviByQz8/H4448792bmw/zMmjp1KuHjDJ5//nnn75qZYbOBxy4o1c9+9jO9/fbbWrRokbOwEqUzn7AuvPBCde3a1dkpZBY2P/XUU7bLChyzZmj//v3q0qWLs57BXCak/c///I/ze/PYCqU799xz1a5dO23dutV2KYHTtGnTEkH/4osv5jHVGezcuVMLFy7UnXfeKVuY+YCHOern5z//ufP4YPHixSzeqsQnsby8PNtlBM6AAQOcR1ShfvzjHztbSCdMmKCqVataqy0aFulu27ZNY8aMsV1K4JhHwsVbAWzevNmZKULZzAJds0bGrL+yJTFe/uMN/dSQkZHhTJWbRZQtW7a0WlsQH7W88sormj17tvN8+csvv3TGk5OTnT30KDJx4kRn2tL8HTp8+LDzupnANn/+fNulBY75u1R83VCtWrWc3gysJ/L6z//8T2cnlXkD3bt3r3P6qAlnN998s+3SAufBBx9Uz549nccuo0aN0qpVqzRt2jTnQtkfkEz4MI+lzKyjNQVxYNGiRebk3hLX2LFjbZcWOKW9TuaaPn267dIC5/bbby9o1apVQfXq1QsaNmxYMGDAgIIFCxbYLitq9O3bt+D++++3XUbgjB49uqBp06bO36vzzz/fud+6davtsgLrrbfeKrjssssKkpKSCjp06FAwbdo02yUF2vz5852f6Zs2bbJaR4L5P/aiDwAAiDcsOAUAAL4ifAAAAF8RPgAAgK8IHwAAwFeEDwAA4CvCBwAA8BXhAwAA+IrwAQAAfEX4AAAAviJ8AAAAXxE+AACArwgfAABAfvr/JD17SG22KDUAAAAASUVORK5CYII="
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 13
  },
  {
   "metadata": {},
   "cell_type": "markdown",
   "source": [
    "#alpha是颜色的深浅，范围从0-1，越接近1颜色越深\n",
    "linestyle是线的风格，不过不是随意构成的，有一定规则，例如可以是‘--’、‘-.’、‘:’(虚点线)等等，不可以是‘-*’"
   ],
   "id": "8c414f614c07802f"
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:53:52.344297Z",
     "start_time": "2025-01-04T07:53:52.338725Z"
    }
   },
   "cell_type": "code",
   "source": "import random",
   "id": "37bbbc320afe29f7",
   "outputs": [],
   "execution_count": 14
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:54:42.761621Z",
     "start_time": "2025-01-04T07:54:42.754655Z"
    }
   },
   "cell_type": "code",
   "source": [
    "x=range(2,26,2)\n",
    "y=[random.randint(15,30) for i in x]"
   ],
   "id": "8bc267b3f4567a5a",
   "outputs": [],
   "execution_count": 15
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T07:59:03.524456Z",
     "start_time": "2025-01-04T07:59:03.284374Z"
    }
   },
   "cell_type": "code",
   "source": [
    "plt.figure(figsize=(20,8),dpi=80)#设置画布，dpi是每英寸多少像素点\n",
    "plt.plot(x,y)\n",
    "plt.savefig('./first_sp.svg')#这种保存的是svg格式的矢量图，网页放大后不会有锯齿\n",
    "plt.savefig('./first_sp.jpg')"
   ],
   "id": "c1b1d57951bcb450",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1600x640 with 1 Axes>"
      ],
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 21
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-01-04T08:03:53.522121Z",
     "start_time": "2025-01-04T08:03:53.166262Z"
    }
   },
   "cell_type": "code",
   "source": [
    "#设置x轴、y轴刻度\n",
    "x=range(2,26,2)\n",
    "y=[random.randint(15,30) for i in x]\n",
    "plt.figure(figsize=(20,8),dpi=80)\n",
    "plt.xticks(x)#设置x标签\n",
    "plt.xticks(range(1,25))\n",
    "plt.yticks(y)\n",
    "plt.yticks(range(min(y),max(y)+1))\n",
    "plt.plot(x,y)\n",
    "plt.show()\n"
   ],
   "id": "4aa950ae83f69778",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1600x640 with 1 Axes>"
      ],
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 22
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
